Non-excavation pipeline path curvature calculation method and planning method thereof
A calculation method and path planning technology, applied in calculation, computer-aided design, instruments, etc., can solve problems such as complex underground conditions and inability to guarantee pipelines, and achieve the effect of ensuring construction quality
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Embodiment 1
[0042] The working basis of the present invention is precise GPS position information (the trenchless drilling system to which it is applied includes a directional instrument with GPS data acquisition function), and the construction steps and methods can refer to the applicant's previous application with the application number of 202010609895.4 The heading calculation method disclosed in the Chinese patent, and the guiding device and the route planning method disclosed in the Chinese patent with the application number of 202010251440.X.
[0043] It is assumed that the trajectory of the drill bit of the drilling system is in a three-dimensional coordinate system. If the coordinate position of the drill bit is known each time the drill pipe is added (the drill bit is located at the front end of the drill pipe at the front of the travel trajectory, which is the prior art), we can know The attitude of each drill pipe in three-dimensional space and the attitude change between drill ...
Embodiment 2
[0070] In this embodiment, the difference from the above-mentioned first embodiment is that in step S2), the following steps are included:
[0071] 2.1') According to each connected three data points, a circle in three-dimensional space is analyzed, and the radius R of the circle is obtained. If R is not infinite, the change of inclination angle between two adjacent drill pipes should be 2d / R (radian), where d is the drilling length of each drill pipe (usually the length of the drill pipe, if the total length of the advancing is not two complete drill pipes, the total length of the two advancing can be used instead); If R is infinite, the change of inclination angle is 0; the radius of the circle from three points can be analyzed by referring to the relevant linear algebra textbooks;
[0072] 2.2') Convert radians into angles, and the conversion algorithm between radians and angles can refer to the published triangular geometry data.
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